Problems of Control of the Dynamics of Incompletely Defined Three-Dimensional Elastic Bodies. II. Discretely Defined Desired State

摘要

The author solves the problems of control of linearly transformed vector function of displacement points of three-dimensional elastic body with the purpose of root-mean-square approximation to its discretely defined values. The problems are solved without constraints on the body geometry and under discretely defined observations of its initial-boundary state. Spatially, superficially, and initially distributed external-dynamic perturbations are considered as control factors. The evaluation of accuracy and uniqueness of control is conducted.